Let a be some number in the neighborhood of infinity a = infhat - b
Consider [a]!. [a]! + 2 is a multiple of 2 and thus not prime, as is [a]! + 3 since it is a multiple of 3... this can go on indefinitely. Therefore every natural number greater than [a]! is composite which implies there are finitely many prime numbers QED
Where is my fields medal and 72 virgins
Consider [a]!. [a]! + 2 is a multiple of 2 and thus not prime, as is [a]! + 3 since it is a multiple of 3... this can go on indefinitely. Therefore every natural number greater than [a]! is composite which implies there are finitely many prime numbers QED
Where is my fields medal and 72 virgins
